A fuel station sold diesel costing $15000 to 150 persons a day. If the lower limit of sale to a person is $50. What is the maximum amount for which one person could have purchased diesel on that day.
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Given :-
- Total cost of diesel = $15,000 .
- Total persons = 150 .
- the lower limit of sale to a person = $50.
To Find :-
- What is the maximum amount for which one person could have purchased diesel on that day. ?
Solution :-
it has been given that, total cost or diesel is = $15000 .
For maximum amount of purchased for 1 person , we have to given minimum purchased to rest of the members.
So,
Let one day Except one Person , rest members sold a amount Equal to Lower limit.
Than,
→ Members = 150 - 1 = 149 .
→ Lower limit of sale = $50 .
So,
→ That day , 149 sold diesel costing = 149 * 50 = $74,50 .
And, Total sale per day is $15,000.
which concludes that, rest amount of sales was done by that particular person.
Therefore,
→ Sales of That person alone = 15000 - 7450 = $7550 .
Hence, the maximum amount for which one person could have purchased diesel on that day is $7550.
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